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BUTttVAHllMllTBITKTiU - S O B A C BIET/2014 XAY IKNG l CAU i l i i TiAC NGIIEM KHACH QUAN flANH GIA KET qUA HUC TAP CUA SINH VIEN CHUYEN NGANH BONG BAN NGANH GIAO DUC TIE CIAT, TBIfOiNG flAI HOC TIE DUC TIE THAO BAC NINH Le V i f o m g A n h * ; T r a n T h j H n g Vi^t** T6m tdt: Xdy d u n g h? th6ng cdu hoi trdc nghiem khach quan nhieu li/a chpn nhdm myc dich kiem tra ddnh gia kdt qud hpc tap cua sinh vien chuyen sdu Bong ban nganh GDTC Xay d p n g d i / p c h$ lh6ng gAm 140 cdu trdc nghiem khdch quan, d u p e chia deu hoc phan moi hpc phan 20 cau Cdc cdu hdr d u p e xdy d u n g v6i npi dung bdm sat vdo c h u a n g trinh mon hpc, myc tieu cdc hpc phan cdn ki^m tra ca ba trinh dp nhgn thuc cua sinh vien la; Nhdn b i e t hieu va vdn dyng, Tir k h o a : Cdu hoi trdc nghicm khach quan, danh gia, ket qua hpc tgp sinh vien chuydn ngdnh B6ng bdn, Bdng bdn, Nganh Giao dye the chat, T r u o n g Dgi h p c T D T T Bdc Ninh C o n s t r u c t i o n of m u l t i p l e - c h o i c e q u e s t i o n s o b j e c t i v e l y a s s e s s i n g t h e l e a r n i n g o u t c o m e s of s t u d e n t s m a j o r i n g in Table T e n n i s in P h y s i c a l E d u c a t i o n S e c t o r at Bac N i n h S p o r t s U n i v e r s i t y Summary: The establishment of multiple choice test system is to examine and assess the learning outcomes of students majonng in Table Tennis of Physical Educalion Developing a system consisting of 140 multiple-choice questions that FS split modules, and each of which has 20 questions The questions were developed with content sticking to cumculum objectives of modules' need lo check in such three levels of students awareness as: Identifying, understanding, applying -K e y w o r d s : multiple - choice questions, assessment, learning outcomes, student, professional i table tennis, table tennis, field of Physical Education OAT VAN D E Bp mon B6ng bdn hi?n chu yeu su dpng phinmg phdp kiem ira ddnh gid ty ihuyel truyen thong vdi d^ng cdu hoi tvr ludn (con gpi Id trdc nghicm tv ludn (TNTL) Ben c?nh nhihig uu diem ndi bat nhu: C6 khd nfing kheu gpi Ui sdng tao kha nang ldp ludn khdi qual van d^, kha ndng ngon ngi^ ciia n g u ^ hpc, 190 dicu kicn cho ngudi hpc ip cau true bdi ldm, c6 dip de bpc 10 khia c^nh lu ludng tinh cam, thai dp lien quan tdt kien thiic kiem tra thi TNTL van cdn nhihig h^n hfm chc nhdi d)nh: Dd la khdng bao qudi dupe chuong trinh dc ldm cho ngudi hpc c6 xu hirdng hpc lii de copy tai licu, gido \ ien ion nhicu thdi gian dc cham bdi md nhicu khiing phdn dnh diing chat lupng vd hicu qua dfiy vd hpc Thdi gian gan day Bp mdn Bdng bdn budc d.iu quan lam den phuong phap kicm tra bdng trdc nghicm khdch quan i TNKQi mpi phuong thS "ThS phdp kiem tra hicn d^i cd nhicu uu difim bd sung cho phucmg phap kicm tra, dii iruyen thong Tuy nhifin ctkng c6 nhimg nhupc dicm nhat dinh cdn nghicn cuu ih^~ nghicm dc vdn dyng eo hicu qud Truerc hei va kho nhdl la xay d^mg dupe bp eau hoi dam bao eac chi lieu ky thudt, dupe cdc muc dp d^i dupe mpc lieu hpc ldp ciia sinh vien sau kei thuc timg hpc phan Xuat phdl tir nhimg ty do, chiing loi li^n hdnh \a> dpng b$ cau hoi trdc nghicm khach quan ddnh gia ket qua hpc tdp cita sinh vien chuyfin nganh Bdng bdn, ngdnh Gido dye the chat, Truimg D91 hpc TDTT Bde Ninh PHlidNG PHAP NGHIEN CUfU Trong qud trinh nghifin ciru, chiing toi sti dpng cdc phuiTng phap sau' Phucmg phdp phdn tich tdng hpp tdi l i ^ ; Phucmg phdp phdng vdn tpa dam; Phuang phap quan sat su ph^m; Phuong phdp thvrc nghicm su ph^m; Phuong phap loan hpc thong kc Phti Trudng BO mfln Bdng bAn Tnfdng Oai hpc TDTT Bdc N«h BA mOn Bflng Mn Tnfdng 0«i hoc TDTT Bdc Nmh i^-"^ SAoB '«&*"'' BAi BAO KHOA HOC + mpc tifiu "hieu": E)6i hdi sinh vien phdi hieu va phan tich dupe npi dung cac kien thik CO ban hpc phdn Cdn cir vdo vj tri, vai trd va npi dung cau tnic + mpc tifiu "vdtt dung" Cdc cau hdi d myc cua hing hpc phdn mon Bdng ban, chiing tdi tifiu ddi hdi sinh vien phai biel v§n dyng so^n thdo he thdng cau hdi trac nghicm khdch nhimg kien thtic da hpc de giai thich nhihig via quan bao triira toan bp npi dung chuong trinh \ a de cd lien quan hodc de gidi quyfit cdc tinh cd Ichd nfing ddnh gia cae miic dp nhdn thuc hudng qud trinh giang d^y, thi dau mon khdc ciia sinh \ ien (biet, hieu, v ^ dpng) Bdng bdn Ket qua chung toi da xdy dpng dupe 140 cdu + mpc tieu "biet": Cau hdi xay d^ng nhdm kiem tra khd nang nhd lai nhan l^i di^rc cac don hdi dupe phan bd d timg hpc phan vd dupe hinh bay d bdng vj kien thirc cua hpc phan mdn hpc bdng ban Bang Bang phan bo 140 cdu hdi trie nghifm mdn Bdng bdn Mircd$ nh^n (hue HifC phan giang day Bilt Hiiu Ting dQng K^T QUA NGHltN CUTU VA BAN LUAN So^n thao bp cSu hoi t r i e nghifm khdch quan HQC phan 1: Ky thu^i tan cong va phong thu i: 20 Hpc phan 2: Chien thu^t tin cdng va phong thu 20 HQC ph4n 3: Phucmg phap to chue thi dau b6ng ban 20 HQC phan 4: Lu4t va tinh huong thi dau B6ng bin 10 20 HQC ph^n 5: Bicn so^n giao in giang d^y mon bdng bdn 20 HQC phan 6: Giang dfy Bong ban 8 20 HQC phan 7: Thvrc lap gi4o an giang d?y B6ng bin TSng Sau Ichi sojn thao xong h? thong cau h6i trie nghi;m khach quan chiing toi Iham khao y kien cua cic dong nghifp, dl phat hifn nhihig cau hoi trie nghifm khong c6 phuomg an nio dung cac phuong in tri toi ho$c CO nhieu phucmg in dung nhu cau l(ra chpn; dong Ihai phit hifn cic cau nhieu chua hijrp ly de kjp thoi sira chiia hoin thifn cau trac nghiv'm Thiet ki bai trie nghifm ^ Tong so 140 cau hoi da s o ^ dugc chia deu thinh hpc phan, moi bii 20 cau hoi + 20 cau hoi moi hpc phin dim bio dupe phan bo khip npi dung ciia hpc phin d6 vi muc tieu can dinh gii f- Thai gian danh cho moi cau trie nghifm li 1,5 phiit 20 56 54 30 140 Th^c nghifm sir ph^m 3.1 Mgc dich thge nghifm - Sir dyng hf thing ciu hoi trac nghicm khich quan kiem tra kiln Ihirc mon hpc bdng bin cua sinh vidn ci khda nhim dinh gii chit lupng cic cau hdi da so^n Cy thi: Dinh gii h( thong cau hdi khd hay de, cd tinh phin bift cao hay thap, cd phii hpp vdi doi tupng hpc khdng tir dd cd kl ho^ch chinh ly phii hpp - Dinh gia hi thing ciu hdi td hpp thinh dc kiem tra, xem chiing cd phu hpp vdi doi tupng qua kit qui bii kicm tra - Dinh gii tinh hifu qua ciia phucmg phip trie nghifm khich quan kilm tra dinh gii kiln thuc ciia sinh \ien - Tirn hiiu ning ling dgng ciia phuong phap trie nghifm khich quan STTltmiMUBSllillll -SJBlCBltTgr* J.Z Doi tujpig tham gia th^fc nghifm Ddi tupng kicm tra Id sinh vifin chuyfin sau bdng ban ngdnh GDTC cac khda DH45, DH46 DH4~.DH48 Cp thfi: DH 45 28 sinh vien; DM4f 21 sinh vien; DH 47: 14 sinh vien vaDH 4K 20 sinh vicn 3.3 Td churc th^ nghifm Tikn hdnh thii nghi?m sau sinh vien da hpc xong \a dupe dn ldp hpc phan mdn Bdng bdn - Yeu cdu tien hanh trfic nghicm: + Cd can bp coi thi tdm nhi?m vy giam sat vice ldm bdi ciia sinh vifin * Moi sinh vien dupe phat mpt bai tide nghicm vd phieu trd ldi cdu hdi trdc nghicm Sinh vifin ddnh dau vdo phieu tra ldi theo chi dan + Bdi trdc nghicm dupe phdl cho sinh vien theo nguyfin tdc I Vhimg sinh \ ien ngdi c^nh dupe nhdn I d^ cd cdc cdu hdi hoan v) (Ma derifing)de iranh tinh u ^ g quay cdp, Irao ddi bdi Hfit gicr lam bai, toan bp so bdi trdc nghipm vd sd phieu trd ldi dupe thu l^i day dii, dam bdo khdng de Ip cdu hdi trdc nghicm ngodi ^ Thdi gian bdi trdc nghicm Id 30 phut Oanh gid ket qua t h i ^ nghifm * Danh gia dp khd vd dp phan bict ciia cdu hdi: - Dp khd cua cau hdi Thdng tin ve dp khd cac cdu hdi giiip cho chiing ldi xdc dinh dupe cdc sinh vifin da d^t dupe cac mpc tieu gidng d^y eua gido vien hay chua Mpc dich chinh de cd thdng tin ve dp khd ciia cau hdi cd the giiip eho vifc xdc djnh nhu cau hpc tdp cd nhan sinh vien Ddng thdi de dieu chinh ho$c lofu bd cau hdi vd tir dd cd cdc thdng tin phan hdi tir phia sinh vifin Dp khd \'ira phdi eiia bai trdc nghi?m hdi trfic nghicm Id: (12.5 20)= 0.625 - So sanh \a\ kei qud tinh loan dp khd ciia cau hdi va danh gid dp khd cdc cau hdi cua hpc phan I d bang 2, cho thay: Bdng D d n h gid chl s d f k h d , d f p h d n bipt ciia cdu hdi hpc p h d n TT c : i u hoi Dp khd ( K ) S 133 15 10 16 P s 0,83 035 15 b 12 13 111 16 17 IS 19 20 10 II 12 13 14 M i r c dp c i u hdi M u c dp p h a n 0,15 0,52 0,25 0.37 0.41 n.52 0.21 bift 0,6.1 Dl 0,28 0,85 Kho Dc TB TB Ritde 0,75 DJ 11.27 0,55 0,65 0J7 TB Khd DO Kho TB Khd 0,55 Rat thip TB Thap Thap TB TB Thap TB Thap Cao TB Thap TB Cao TB 132 11.45 TB 0,18 Rit thip 11 14 0.60 TB Khd TB TB 0,51 TB TB Thap TB 0,54 0.7(, 0,57 0,47 0,60,29 o,.';4 DM 0.47 0.42 Ritde TB D^ phan bift (P) 11.56 0.45 0,21 0,56 0,72 0,57 0,35 0,54 BAI BAO KHOA HOC + Vdi ket qud thpc nghicm thu dupe a trfin cau hf sd tin cpy cdng cao thi bai trdc nghifm cdng 1, cau 16 la cau rat dfi \ d i khd >80"b Da\ Id dang tin cpy cac cau hdi ddi hdi sinh vien a trinh dp nhdn bifit Nhu vpy hpc phdn I cd hf so lin ep> bdng \ e n hau het sinh vien deu tra Idi diing Cau 0,71 Id rat lot chinh sira npi dung cau dan \ a cac phucmg an * Ddnh gid dp gid tri ciia bai trdc nghifm: nhieu cho hap dan hon Khi ndi dfin dp gid tri cua m$t bai trdc + Cdu 133; cau 6; cau 7; eau la cau khd Cau nghifm ket qua hpc tpp la ndi den dp gid trj >c ddi hdi sinh vien phdi biet van dpng kien thiic mat npi dung cua nd Dp gid tri npi dung ciia bdi da hpc vao tinh huong mdi Ngu>cn nhan trdc nghifm dupe ddnh gid bang cdch phan tich it sinh vien trd loi dung cac cau hdi na> la tam mpt each logic kha ndng eiia bdi trdc nghifm c6 ly chu quan ddi vdi bai kifim tra hpc trinh \ thirc the bao triim dupe npi dung mdn hpc tdp chung hpc tdp chua cao Sinh vien chua Dc kiem tra hpc phan I bao gdm 20 cau hdi Idm cdc bdi tdp v^n dpng nhieu dupe phan bd toan bp npi dung ciia hpc phan vd -Cac cau hdi cdn 1^ cd dp khd quanh dp khd myc tieu biet hieu vpn dyng So lupng cau vira phdi tinh dupe d tren Nhu vdy nhin chung hdi ndy da ed khd nfing bao qudt dupe hau het XCI ve d$ khd cua cac cau hdi trac nghicm hpc phan Dicu dd chiing td de hpc phan de hpc phan Id cd the chap nhdn dupe chiing tdi xay dpng da dpt dupe dp gid trj • Dp phan biei Qua kicm tra chung tdi lya chpn tir hf thong Mpt eau hdi khdng cd dp phan bift lal nhien cau hdi xay dpng dupe dua vdo kiem tra sinh se bdo dpng cho gido vifin \e khd nang la cau vien khda Dpi hpc 45.46.47.4S >'fiu cfiu sinh hdi cd the khdng rd rang vd nen xem xfil \%i mpt vien chii yeu d miie dd nhpn bi^t, thdng hieu vd cdch ky ludng Tuy nhien quan trpng hon thdng ^'pn dpng Ncu sinh vien nao ndm vimg dirpc lin \c thdng kfi cd the giiip cho vipc sira ddi l^i kifin thtic co ban thi chdc chan ihu dupe dicm ke ho^ch giang dpy xem xet tpi cd cdu hdi so kha Nhung de dpt dupe diem gidi ddi hdi lyi thu hut mpt s6 lirpng Idn hpc sinh trd Idi sai sinh vien phai biet vpn dyng kien thirc dc giai Phdi chdng cau hdi sai hay each trinh bdy thdng quyel tinh huong tin lifin quan den \an de ndy khdng dupe trinh N0i dung ddnh gid diing theo chuong irinh bdy rd rdng a ldp? Vifc xem xet Ipi mpt each ky mdn hpc, phii hpp vdi kha ndng ciia sinh vifin, ludng eau hdi vd tham gia thao ludn vdi hpc sinh so sinh vifin dpt diem cao ciing cdc cm it t i ^ cd the cung cap dupe mpi dau mdi cho nhihig can vdi cdch thiic kiem tra nay, cung nhu sinh ilia> ddi \e gido trinh Tir ket qua thpc nghifm vien chuyen sau Bdng bdn cdn ludi hpc dan den thu dupe d bang cho thdy: kel qua chua cao - Cdu I; 132 cd dp phdn bift rdt thdp can K£'T LUAN phai xem hodc sira chira lpi npi dunu efui hdi \a Qua kcl qua dat dupe tren chung tdi dua phucmg dn nhieu cho phii hpp Neu xdt vfi nhan dinh ve tinh uu vift kiem tra danh gid nguyen nhan cd thfi Id smh vifin chua lpp bdng phuong phdp trdc nghifm khach quan nhu chung hpc sdu kifin thiic dan dfin edn hifiu sai sau: Danh gid chinh xdc kel qud hpc lpp cita cau hdi ngudi hpc the hifn d cdc m$t: Npi dung k iem tra + Cdu 8: 13 Id cdc edu ed dp phan biei lot bao qudt lodn bp chucmg trinh, dam bao tinh Neu XCI todn bp cdc cau hdi ciia loan bai ve dp khdch quan, phan bifl dupe doi lupng gidi, khd, phan bifl Id chap nhpn dupe kem, hpn ehe dupe tinh trpng hpc tu ciia sinh * E)p tin cpy vifin Kicm tra bdng trdc nghifm khdch quan cho Dp tin cay Id khai nifm eho biet bdi trdc phfip ddnh gid dav du cdc mirc dp dpt myc tifiu nghifm dupe cai ma nd mudn vdi su lin gidng dpy.Tir dd lam co sd cho cho vifc cdi l i ^ npi dung, phucmg phdp dpy hpc mOt cdch lich ea\ cd can cii cyc, kich thieh linh tich eye hopl dpng ly hpc Dvi tin ep) ciia hpc phan I Id: r = 0,71 Thdng thudng bdi trdc nghicm cd hf so tin ciia hpc sinh Wk phia gido vicn lAn it ihdi gian i p y Idn hon 0.60 Id chap nhpn dupe, nhifin vifc cham bai M TM (I nwnna HI DIM - sd ate Bier/zou Bang Oinh g U chi $6 (I9 kh^, d9 phAn b^t cua cSu hoi hpc phin D Q p h a n bi^t M i r c dQ p h a n De (P) 0.24 Thiip 0.73 De 0.52 TH 0,86 Ratde 0.40 rh.\p TB TT C a u hoi Df kira(K) M u c d Q c i u hoi 18 0,77 19 21 bi(l -)-• 0.59 TB 0.5.1 24 0.76 De 0.45 TB 2S 0.54 TB " 135 0.82 Ratde 0,19 Thir Rai thap 0.41 TB 0.64 Can l.'J • 11 0."1 De d ^' IB 10 •' (I,?: 'B Cao 11 211 2,1 0.18 Rai kho 0.65 0.; ^ 0J7 Khn 0.64 Cao :(, 29 0.60 IB 0.63 Cao 0,25 0.59 KhM 0.2" rhap TB 0,55 TB 0.61 DO 0,18 Rat thap 1; " ' •1 ,2 Tli.i|i 11(- 0.54 TB 0,73 Cao •• -'3 0.73 Dc 14 Thap , 27 0,17 Rai kho 0.45 TB :ii 25 0.63 Di- 0.2s Thap ' Bdng Ddnh gid chi s6 d$ khd, d$ phdn bipt cua cdu hdi hpc phdn Tl -I C a u hoi Df kh6(kl M u c d f c a u hot D f p h a n b i ^ t (P) 14 1" 0.66 DC- 0,85 M u c d f phan bi^l TB Raldc 0.43 0.27 I hap i IS 0.^2 Dc 0,14 h.ip 4.1 0.60 IB 11,50 IB 40 0.29 Khi) " -1 II IB 0.4V IB 44 15 0.19 R i i kho (1.18 Rat I h a p -16 0J8 Khi) 0,64 Cao lis 0.17 Rai khii 0.27 Ihap 1(1 ,39 0.56 IB 0.55 Ui 11 39 0.6S IX- 0.46 TB i: 41 0.5S TB 0,64 Cao 1.5 42 0.46 TB 0,63 Cao 14 49 0J9 Kho 0^7 Cao 15 48 0J8 Kho 0.55 TB 16 140 0.61 Dc 0.18 Rit thip r hap IIS 0.54 TB 0.65 Cao IS 47 0,-2 D^ 0,14 Thap \i 45 0,17 R a i kbo ri4> TB 20 46 o.f-: Dc ;- Thap BAI BAO KHOA HOC Bang Oinh gii chi s6 d$ kh6, d$ phin bl$t cua ciu h6l hpc phin Df kbi (K) TT C a u hoi 50 0.68 51 0.71 Oi p h i n bi^l M I I C d j phin bijt De (P) 0,55 De 0,16 R i t Ihap M u c d f c i u hoi TB 52 0.57 TB 0,21 Thap 53 0,81 Ratde 0.5S Thap 54 0.53 TB 0.51 IB 55 0.22 Kho 0.53 TB 56 0,28 Kho 0,64 Cao 57 0,19 R a t kho 0.25 Thip 58 0.57 TB 0.22 Thap 10 59 0,17 R a t kho 0,15 Rat Ihap 11 60 0.52 TB 0,45 IB 12 61 0.55 Tl! 0,64 Cai) 13 62 O.S" TB 0.66 Cao 14 122 0.5S TB 0,4" 15 127 0.76 DC- 0,54 16 124 0.25 Kh6 0,68 Cao 17 117 0,19 R a t kho 0.3,1 Thiip 18 63 0.69 TB 0.46 TB 19 64 0J2 Kh6 0.45 TB 20 65 0.58 TB 0.73 Cao ™ TB Bing Oinh gii chi s6 d$ kh6, d$ phin bl jt cua ciu h6l hpc phin S Muc d j phin TT C i u hoi D f kh6 ( K ) 66 0,63 Dc 0,44 TB 72 Dc 0.22 Thap 120 0.62 0.57 TB 0.51 TB 0,83 Ratde 0,15 Rat thSp ll'> "J.l 0.51 TB 0,24 Thap 75 0.62 Dc 0,45 TB 0,44 IB "1) 0.28 II,S6 Kh6 S "" Ratde 0,54 TB Sl 0.54 TB 0,22 Thip 10 ((>s >" 0,19 Rat kh6 0.28 Ihip 11 0,25 KhA 0.52 III i: (.9 0.55 TB 0,64 ( ai) 11 "0 0.52 TB 0,56 IK 14 114 0,22 Kh6 0,67 Cao 1^ 74 0,76 De 0,47 TB ih 76 0^5 Kh6 0,79 Cao r 78 0,56 TB 80 0.29 Kh6 041 0,76 Thap IS I'l 128 0,52 TB 0.45 Tl) 20 "1 0.58 TB 0,73 Cao MiJc d j c i u hoi D j p h a n b i f t (P) bifl Cao mmnwtuMtviwt -sdejcBitr/au Bing O i n h gia chi a& d$ khd, d$ p h i n bi j t cua c i u hdi hpc p h i n ; M u c c i o boi D j p b i n b i f t ( P ) Miic d j p b a n TT C i u hoi Ojkho(K) 83 n.6S De 0,41 TB 85 0.64 De 0,25 Thap 89 0,82 Ratde 0,13 R a i thap 91 0.51 TB 0.27 Thap 12.- TB 0.25 Thap De 0,42 TB bift h 8" 0.54 0.66 " ^ '1 94 0.25 Kho 0.67 Cao Thap 9'' 0.84 Ratde 0.26 S4 0.5-^ TB 0.51 TB 0.17 Rat kho 0.18 Rat thiip 86 ss 11.62 Do 0.44 TB 12 \2h 0,54 TB 0.66 Cao •- 118 0.33 Kho 0.4S TB 14 90 0.5,1 TB o.:!) Thap 1^ 116 0,56 TB 0.4') TB U 82 0,21 Kho 0,77 Cao r 91 0.56 TB 1I Thap IS 92 0,29 Kho 0,76 Cao I'l 95 0,22 R i t kho 0.55 TB 20 96 0.69 De 0.42 TB ;ii Bing O i n h g i i chl s i d j kh6, d j phin bijt cua c i u hoi hpc p h i n M u c dj p h i n TT C i u hoi Dj kh6 ( K ) 107 0,83 Ratde 0.26 Thiip 121 0.62 0.57 De 0,16 RatIhap TB 0.21 Thip 0.6,1 Dc 0,45 TII TH M u c d f c i u boi D j phan b I j t ( P ) bifl 12.1 'W 101 O.M TB 0,44 102 O.M Dc II " TB 104 0.28 Kho 11,24 Ihip 11,2" hip 106 111 0.86 It h( R a i dc 10 130 11.2" II 98 12 IOO 0.11 II < - 13 101 II i i u 14 105 II.I" (1,1') Ki( (hip (!.(." ( ao i)c II 4S IB Kho 11.68 ( ao Kh.) 1144 U ' (1.69 II ' : IB ( ao Ih.ip 15 112 11.^' l i i l khii 1) 16 108 (1.22 Kho 17 10» (1 M 18 no (1.2,1 Khi I! 19 111 129 II - : (1.28 Kill ( ,111 20 111 : Bii BAO KHOA HOC Bang Bang tpng hp>p kit q u i s6 sinh viin dft diim XI) So sinh \ien d^t diem ( \ l ) Ldp Hoc pban 1 0 0 0 0 0 0 10 ' 2 •) •> 1 2 2 3 -) •> SPK48 SPK47 0 1 3 0 0 5 •> 0 2 6 3 SPK46 SPK45 Bing 10:Ty I j % kit qui diim cua sinh viin chuyin nginh BB Nginh GDTC ^""""^^ _^^ HfC phan % Diem ^ ^ " ^ - - - ^ ^ HPI HP2 HP3 HP4 HP5 HP6 HP7 "/o Diam gioi (9.10) 10 15 14,2 14.2 14.,1 9,5 10,7 % Diim (7.8) 45 35 50 35,8 28,5 ,1,1.4 ,12,1 % Diim TB (5.6) 35 35 28,6 35,8 47.7 47,6 42,9 % Di j m duoi TB 10 15 7,2 14.2 9,5 9,5 14,3 Tfing 100 100 IOO 100 100 IOO 100 TAI LI|U THAM KHAO 1, Tirudni; dfi hpc TDTT BSc Mnh (2011), (.'huang trinh mon hpc Bong hdn, Nxb TDTT, Ha N f i , Nguyen Phyng Hoang \a Vo Ngpc Lan (1996) Phuang phdp trdc nghifm kiim tra vj ddnh gid thdnh qud hpc tgp, Nxb Giio dye H i Ndi, Ngu>en Cong Khanh(2004), Ddnh gid vd ludng Irong KHXH Nxb chinh tti Qudc gia Ha N6i 4, Phan Trpng Ngg (2005), Dgy hpc vd phirang phdp dgv hpc nhd truong, Nxb DHSP Ha No, Nguyen Danh Thii, Vu Thinh Son (1999), Bong hdn Nxb TDTT, H i N j i Ducmg Thiju T6ng (2005 ) Trdc Nghifm & Do Luang thdnh qud hpc tgp (Phuong Phap Thye Hanh ), Nxb Khoa hnc xa h j i , lla Noi (Bii npp ngiy 15/10/2014, phin bijn ngiy 28/10/2014, duyjt In ngiy 25/11/2014) ... Ddi tupng kicm tra Id sinh vifin chuyfin sau bdng ban ngdnh GDTC cac khda DH45, DH46 DH4~.DH48 Cp thfi: DH 45 28 sinh vien; DM4f 21 sinh vien; DH 47: 14 sinh vien vaDH 4K 20 sinh vicn 3.3 Td churc... hifu qua ciia phucmg phip trie nghifm khich quan kilm tra dinh gii kiln thuc ciia sinh \ien - Tirn hiiu ning ling dgng ciia phuong phap trie nghifm khich quan STTltmiMUBSllillll -SJBlCBltTgr* J.Z... hdi sinh vien phai biel v§n dyng so^n thdo he thdng cau hdi trac nghicm khdch nhimg kien thtic da hpc de giai thich nhihig via quan bao triira toan bp npi dung chuong trinh \ a de cd lien quan